Fr. 256.00

Operational Procedures Describing Physical Systems

English · Hardback

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Description

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The authors examine topics in modern physics and offer a unitary and original treatment of the fundamental problems of the dynamics of physical systems, as well as a description of the nuclear matter within a framework of general relativity. They show that some physical phenomena studied at two different resolution scales (e.g. microscale, cosmological scale), apparently with no connection between them, become compatible by means of the operational procedures, acting either as some "hidden" symmetries, or harmonic-type mappings. The book is addressed to the students, researchers and university/high school teachers working in the fields of mathematics, physics, and chemistry.

List of contents

1 From Kepler problem to skyrmions
2 Spherical metrics in general relativity
3 The gravitational and stationary electro-magnetic fields
4 Frames, measurements and field variables
5 Role of surface gauging in extended particle interactions: the case for spin
6 The classical theory of light colors: a paradigm for description of particle interactions

About the author










Maricel Agop, Technical University "Gh.Asachi" Iasi, Romania
Ioan Merches, Al.I.Cuza University, Iasi, Romania


Summary

The authors examine topics in modern physics and offer a unitary and original treatment of the fundamental problems of the dynamics of physical systems, as well as a description of the nuclear matter within a framework of general relativity.

Additional text

"In this book the authors examine topics in modern physics and offer a unitary and original treatment of the fundamental problems of the dynamics of physical systems, as well as a description of the nuclear matter within a framework of general relativity.... The authors show that modern description of particle interactions has ties with both the classical and quantum theories of light, regardless of the connection between forces and colors. Each chapter ends with a list of useful references on the topic discussed."
-T. C. Mohan (Chennai). Zentralblatt MATH 1406

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